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Bonds Lewis model

The Lewis bonding model with its electron pairs can be used to define a more general kind of acid-base behavior of which the Arrhenius and Bronsted-Lowry definitions are special cases. A Lewis base is any species that donates lone-pair electrons, and a Lewis acid is any species that accepts such electron pairs. The Arrhenius acids and bases considered so far fit this description (with the Lewis acid, H, acting as an acceptor toward various Lewis bases such as NH3 and OH , the electron pair donors). Other reactions that do not involve hydrogen ions can still be considered Lewis acid-base reactions. An example is the reaction between electron-deficient BF3 and electron-rich NH3 ... [Pg.627]

The Lewis bonding model stiU remains remarkably fruitful when it becomes connected with quantum chemical calculations even 100 years after its first presentation. [Pg.146]

The Lewis bonding model may be rationalized using quantum mechanics if the ordinary C2s and C2p orbitals, for example, are mixed in such a way that they point into the comers of a tetrahedron with the carbon atom at its center. Generally, AOs on the same atom mix to form directed orbitals. This is referred to as (atomic) hybridization. Hybridization is important for the interpretation of the wave function, but of little interest computationally, since it just amounts to a unitary transformation of the orbitals, and Slater determinants are invariant under unitary transformations. [Pg.71]

In molecular orbital theory, electrons occupy orbitals called molecular orbitals that spread throughout the entire molecule. In other words, whereas in the Lewis and valence-bond models of molecular structure the electrons are localized on atoms or between pairs of atoms, in molecular orbital theory all valence electrons are delocalized over the whole molecule, not confined to individual bonds. [Pg.240]

As its name implies, AIM enables us to calculate such properties of atoms in a molecule as atomic charge, atomic volume, and atomic dipole. Indeed it shows us that the classical picture of a bond as an entity that is apparently independent of the atoms, like a Lewis bond line or a stick in a ball-and-stick model, is misleading. There are no bonds in molecules that are independent of the atoms. AIM identifies a bond as the line between two nuclei. [Pg.181]

There is no clear rigorous definition of an atom in a molecule in conventional bonding models. In the Lewis model an atom in a molecule is defined as consisting of its core (nucleus and inner-shell electrons) and the valence shell electrons. But some of the valence shell electrons of each atom are considered to be shared with another atom, and how these electrons should be partitioned between the two atoms so as to describe the atoms as they exist in the molecule is not defined. [Pg.276]

The concept of a bond has precise meaning only in terms of a given model or theory. In the Lewis model a bond is defined as a shared electron pair. In the valence bond model it is defined as a bonding orbital formed by the overlap of two atomic orbitals. In the AIM theory a bonding interaction is one in which the atoms are connected by a bond path and share an interatomic surface. [Pg.278]

Chapter 1 discusses classical models up to and including Lewis s covalent bond model and Kossell s ionic bond model. It reviews ideas that are generally well known and are an important background for understanding later models and theories. Some of these models, particularly the Lewis model, are still in use today, and to appreciate later developments, their limitations need to be clearly and fully understood. [Pg.305]

Ab initio calculations (MP2/6-31G ) of the parent compound of 8 revealed that the most stable arrangement of the dimer adopts Dih symmetry (Fig. 5). Interestingly, the four Li ions and the two phosphorus centers constitute an octahedral skeleton with relatively short Li-Li and Li-P distances of 2.645 and 2.458 A, respectively. Charge analysis (22) undoubtedly supports the electrostatic bonding model for this system because of the high net charges of the natural atomic orbitals (NBO) at Li (+0.768) and P (-1.583), while NBO-Lewis resonance structures support stabilization through delocalization (Fig. 5). [Pg.243]

The aptness of the idealized sd/J Lewis-like model is also confirmed by the quantitative NBO descriptors, as summarized inTable4.5. This table displays the overall accuracy of the Lewis-like description (in terms of %pl, the percentage accuracy of the natural Lewis-like wavefunction for both valence-shell and total electron density) as well as the metal hybridization (hM), bond polarity toward M (100cm2), and... [Pg.390]

In summary, the Lewis-like model seems to predict the composition, qualitative molecular shape, and general forms of hybrids and bond functions accurately for a wide variety of main-group derivatives of transition metals. The sd-hybridization and duodectet-rule concepts for d-block elements therefore appear to offer an extended zeroth-order Lewis-like model of covalent bonding that spans main-group and transition-metal chemistry in a satisfactorily unified manner. [Pg.433]

Identify the overall pattern of occupation of bonding and nonbonding orbitals in the approximate MO diagram, and associate this (if possible) with the corresponding number of 3c/4e interactions determined by application of the Lewis-like model. [Pg.572]

Lewis s model established the idea of the nonpolar covalent bond, although his idea of the cubic arrangement of electrons had several major flaws, for example, how to represent a triple bond in which six elec-... [Pg.74]

For example, students develop an elementary understanding of bonding from the Lewis model. Then they refine it through the valence bond model and finally molecular orbital theory. Some exercises challenge students to refine models further—and to develop new ones. Students will see how current chemical knowledge is based on the authority—and the fallibility—of modern experimental techniques. [Pg.28]

It turns out that to account for bond angles and molecular shapes we need to add just one statement to Lewis s model of bonding regions of high electron concentration repel one another. In other words, bonding electrons and lone pairs take up positions as far from one another as possible, for then they repel one another the least. [Pg.246]

The familiar Lewis structure is the simplest bonding model in common use in organic chemistry. It is based on the idea that, at the simplest level, the ionic bonding force arises from the electrostatic attraction between ions of opposite charge, and the covalent bonding force arises from sharing of electron pairs between atoms. [Pg.2]

Lewis structures serve admirably for many aspects of mechanistic organic chemistry. Frequendy, however, we need a more accurate bonding model. [Pg.9]

As an example, let us look at a bonding model for the H20 molecule. The Lewis structure (2) leads to the choice of sp3 hybridization on the oxygen. We then use two of the hybrids to make a bonding and antibonding pairs by combi-... [Pg.545]

Exercise 1.2. In the discussion of Lewis acids and bases in the Appendix, the compound [13] is analyzed as an adduct of the base I- with the acid I2. It probably is not clear how I2, a diatomic that perfectly fits the two-center-two-electron bond model and the eight electron rule, can act as a Lewis acid. Show how a HOMO-LUMO analysis of the acid-base interaction rationalizes the interaction and predicts a linear structure. [Pg.13]


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See also in sourсe #XX -- [ Pg.97 ]




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